Operator-Based Non-local Causal Hidden-variable Quantum Theory for Field Interactions, Interference, and Entanglement without Wave Function Collapse, Self-interference, and Spooky Action
Abstract
Jau Tang
We present a new quantum framework based entirely on Heisenberg’s operator formalism, without invoking Schrödinger wavefunctions, superposition, or collapse. Quantum effects arise from discrete, nonlocal but causal momentum and angular momentum transfers between particles and quantized interaction fields. In the double-slit experiment, interference emerges from stochastic, quantized momentum kicks delivered by cavity field modes. In the Stern–Gerlach setup, spin deflection results from quantized angular momentum exchange with a magnetic field gradient, with no need for spinor collapse. This model further explains quantum entanglement via shared nonlocal constraints imposed by quantized field modes, not spooky action or wavefunction entanglement. The framework constitutes a nonlocal hidden variable theory that is deterministic, realist, and consistent with all known quantum interference and entanglement experiments. It reproduces Bell inequality violations through physical field interactions and offers a conceptually clear alternative to conventional quantum mechanics.
